Consider the following function. f(x) = 6n -x/32 (note that 6x is under the square root...

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Consider the following function. f(x) = 6n -x²/32 (note that 6x is under the square root in the denominator) Find the largest interval(s) on which is increasing. (A) (-∞, 1), (e,t) (B) (1,) (C) (,0) (D) (,0), (1, e) (E) (0,) (F) (-) (G) (1, e) (H) (-1, 1) Consider the following function. f(x) = 6n -x²/32 (note that 6x is under the square root in the denominator) Find the largest interval(s) on which is increasing. (A) (-∞, 1), (e,t) (B) (1,) (C) (,0) (D) (,0), (1, e) (E) (0,) (F) (-) (G) (1, e) (H) (-1, 1)

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It is given that fx fx By differentiation of 1 with respect to x we get d dx 67 6 fx fx fx ... View the full answer